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The greatest common factor is 7n.
Step-by-step explanation:
Factors are whole numbers you multiply together, and the answer you get is called the product. You can divide the product by a factor to get another factor.
The greatest common factor is the largest number that both 7n and 35n are divisible by.
7n and 35n are both divisible by "n".
Find the prime* factors of 7 and 35:
7 = 7
35 = 7 × 5
*Prime numbers are numbers that only have two factors: 1 and itself.
Both 7 and 35 have "7" in their list of prime factors.
If you multiply "7" and "n" together, you get "7n".
So, the greatest common factor of 7n and 35n is 7n.
I hope this answer helps! You can check out similar problems here:
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